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Kinetics of denitrifying growth by fast-growing cowpea rhizobia.快速生长豇豆根瘤菌的反硝化生长动力学。
Appl Environ Microbiol. 1985 Mar;49(3):517-21. doi: 10.1128/aem.49.3.517-521.1985.
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Kinetics of microbial dehalogenation of haloaromatic substrates in methanogenic environments.产甲烷环境中卤代芳烃微生物脱卤动力学。
Appl Environ Microbiol. 1983 May;45(5):1466-73. doi: 10.1128/aem.45.5.1466-1473.1983.
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Second-order model to predict microbial degradation of organic compounds in natural waters.预测天然水中有机化合物微生物降解的二阶模型。
Appl Environ Microbiol. 1981 Mar;41(3):603-9. doi: 10.1128/aem.41.3.603-609.1981.
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Carbohydrate transport in bacteria.细菌中的碳水化合物运输
Microbiol Rev. 1980 Sep;44(3):385-418. doi: 10.1128/mr.44.3.385-418.1980.
5
Nonlinear estimation of Monod growth kinetic parameters from a single substrate depletion curve.基于单一底物消耗曲线的莫诺德生长动力学参数的非线性估计
Appl Environ Microbiol. 1983 May;45(5):1453-8. doi: 10.1128/aem.45.5.1453-1458.1983.
6
Models for mineralization kinetics with the variables of substrate concentration and population density.具有底物浓度和种群密度变量的矿化动力学模型。
Appl Environ Microbiol. 1984 Jun;47(6):1299-306. doi: 10.1128/aem.47.6.1299-1306.1984.
7
D-ribose metabolism in Escherichia coli K-12: genetics, regulation, and transport.大肠杆菌K-12中的D-核糖代谢:遗传学、调控与转运
J Bacteriol. 1984 May;158(2):665-73. doi: 10.1128/jb.158.2.665-673.1984.
8
Effects of inhibition and repression on the utilization of substrates by heterogeneous bacterial communities.抑制和阻遏对异质细菌群落底物利用的影响。
Appl Microbiol. 1966 Jul;14(4):654-64. doi: 10.1128/am.14.4.654-664.1966.
9
The effect of growth conditions on respiratory activity and growth efficiency in facultative anaerobes grown in chemostat culture.生长条件对恒化器培养的兼性厌氧菌呼吸活性和生长效率的影响。
J Gen Microbiol. 1971 Sep;68(1):35-43. doi: 10.1099/00221287-68-1-35.
10
Utilization of energy for growth and maintenance in continuous and batch cultures of microorganisms. A reevaluation of the method for the determination of ATP production by measuring molar growth yields.微生物连续培养和分批培养中用于生长和维持的能量利用。通过测量摩尔生长产率重新评估测定ATP生成量的方法。
Biochim Biophys Acta. 1973 Feb 12;301(1):53-70. doi: 10.1016/0304-4173(73)90012-8.

对莫诺德动力学参数的非线性估计,该动力学能最佳描述不同细菌密度下几种底物浓度的矿化作用。

Nonlinear estimation of the parameters of Monod kinetics that best describe mineralization of several substrate concentrations by dissimilar bacterial densities.

作者信息

Simkins S, Alexander M

出版信息

Appl Environ Microbiol. 1985 Oct;50(4):816-24. doi: 10.1128/aem.50.4.816-824.1985.

DOI:10.1128/aem.50.4.816-824.1985
PMID:3909965
原文链接:https://pmc.ncbi.nlm.nih.gov/articles/PMC291754/
Abstract

The kinetics of mineralization of a wide range of concentrations of benzoate, glucose, and benzylamine by Pseudomonas sp., Salmonella typhimurium, and microorganisms in acclimated sewage was studied. The treatment of initial substrate concentration and population density as independent variables in nonlinear regression analysis permitted the estimation of a single value for each of the parameters of Monod kinetics that best described the mineralization of substrate at each concentration by the pure cultures and the sewage microflora. One value for each of the parameters of Monod kinetics was used for each of the three compounds to produce theoretical curves which lay close to the observed data on mineralization. Statistically significant differences existed in the values of the parameters of Monod kinetics that best described mineralization in cultures differing only in initial substrate concentration and cell density. However, for the compounds tested, the variance left by analyses using one value for each parameter of Monod kinetics was less than double the unexplained variance left by individual analyses of the data from each treatment. Although significant, this increase is small compared with the amount of variance that could be explained using only one value for each parameter of Monod kinetics.

摘要

研究了假单胞菌属、鼠伤寒沙门氏菌以及驯化污水中的微生物对多种浓度的苯甲酸盐、葡萄糖和苄胺的矿化动力学。在非线性回归分析中将初始底物浓度和种群密度作为自变量,从而能够估算出莫诺德动力学各参数的单一值,这些值能最好地描述纯培养物和污水微生物群在每种浓度下对底物的矿化情况。针对三种化合物中的每一种,均使用莫诺德动力学各参数的一个值来生成理论曲线,这些曲线与观察到的矿化数据相近。在仅初始底物浓度和细胞密度不同的培养物中,能最好地描述矿化的莫诺德动力学参数值存在统计学上的显著差异。然而,对于所测试的化合物,使用莫诺德动力学各参数的一个值进行分析所留下的方差,小于对每种处理的数据进行单独分析所留下的未解释方差的两倍。尽管这一增加是显著的,但与仅使用莫诺德动力学各参数的一个值所能解释的方差量相比,增幅较小。